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We are now ready to formulate the assumptions we need.
Now we are ready to formulate the main theorem.
Now, we are ready to formulate the next result.
We are ready to formulate the main results of this section.
Now, we are ready to formulate the eigenvalue problem for stochastic Hamiltonian systems with Poisson process.
In such terms we are now ready to formulate the following general Popoviciu type inequality.
Similar(49)
Since all the possible cases of the planar system (1.1) with weak delay have been analysed, we are ready to formulate results concerning the dimension of the space of solutions of (1.1) assuming that initial conditions (1.2) are variable.
Now, one is ready to formulate and prove the main theorem of this work.
Now we are ready to formulate one of main results concerning weak convergence of the sequence.
Now we are ready to formulate our main existence result.
Now we are ready to formulate several properties of a b-bistochastic q.s.o.o
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com